Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Antoun_Daou_120516_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 23, 2016 |
Start Time | | 2016/11/23 00:00 |
End Time | | 2016/11/24 00:00 |
Key Words | | MMS |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -23.48 |
Dipole Tilt, in Y-Z GSE plane, deg | | -2.04 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 75.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Antoun_Daou_120516_1 |
Minimum Dst Value | | -107 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
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